Definition of Equipollent

1. a. Having equal power or force; equivalent.

Definition of Equipollent

1. Adjective. having equal power or force ¹

2. Adjective. (context: logic of each of two statements) able to be deduced from the other ¹

3. Adjective. equivalent ¹

¹ Source: wiktionary.com

Definition of Equipollent

1. [n -S]

Medical Definition of Equipollent

1. 1. Having equal power or force; equivalent. 2. Having equivalent signification and reach; expressing the same thing, but differently. Origin: L. Aequipollens; aequus equal + pollens, -entis, p. Pr. Of pollere to be strong, able: cf. F. Equipollent. Source: Websters Dictionary (01 Mar 1998)

Lexicographical Neighbors of Equipollent

equipment casualty
equipment contamination
equipment failure
equipment failure analysis
equipment reuse
equipment safety
equipmentman
equipmentmen
equipments
equipoise
equipoised
equipoises
equipoising
equipollence
equipollences
equipollent (current term)
equipollently
equipollents
equiponderance
equiponderancy
equiponderant
equiponderate
equiponderated
equiponderates
equiponderating
equiponderous
equipondious
equipopulous
equipotent
equipotential

Literary usage of Equipollent

Below you will find example usage of this term as found in modern and/or classical literature:

1. Tracts on Mathematical and Philosophical Subjects: Comprising Among Numerous by Charles Hutton (1812)
"But all the other equipollent terms of the expanded series must be equal to nothing, which is the general value of the terms, after the second, ..."

2. Aristotle by George Grote (1872)
"... and for determining other propositions equipollent to, or following upon, the propositions given ; rules distinct from those applying to the simple ..."

3. Graphical Statics: Two Treatises on the Graphical Calculus and Reciprocal by Luigi Cremona (1890)
"MC, M' C' respectively equipollent, the sum of the parallelograms CDD'C' DEE'D' ... MCC'M' is zero. It will be sufficient to prove this for the case of the ..."

4. The English Works of Thomas Hobbes of Malmesbury by Thomas Hobbes (1839)
"these, no man is a tree, no tree is a man, are equipollent. For if it be true that tree is not the name of any man, then no one thing can be signified by ..."

5. Geometry of Riemannian Spaces by Elie Cartan (1983)
"As the frames adapted to the group are all equal to each other, then two equipollent vectors having the same components with respect to two of these frames ..."

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